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Degré kelvin
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Lumens
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Tension
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IP
32,22 €
32,22 €
32.22
EUR
Expédié sous
5 jour(s) ouvré(s)
dont éco-taxe
0,29 €
61,88 €
Cette combinaison n'existe pas.
Ajouter au panier
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Zeta - enc.gu5,3, ip20/65, cl.2, vol.1, rond, nickel, lpe led 6w 4000k - 51163
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